process. Ergodicity is a property of the system; it is a statement that the system cannot be reduced or factored into smaller components. Ergodic theory...

Ergodic theory is a branch of mathematics that studies statistical properties of deterministic dynamical systems; it is the study of ergodicity. In this...

group level data. Ergodic process Ergodic theory, a branch of mathematics concerned with a more general formulation of ergodicity Ergodicity Loschmidt's paradox...

process that is not ergodic is said to be in non-ergodic regime. A regime implies a time-window of a process whereby ergodicity measure is applied. One...

as ergodic. In ergodicity economics, expected values are replaced, where necessary, by averages that account for the ergodicity or non-ergodicity of the...

Aside from its generic use as the generic adjective ergodic, ergodic may relate to: Ergodicity, mathematical description of a dynamical system which, broadly...

Ergodic literature is a term coined by Espen J. Aarseth in his 1997 book Cybertext—Perspectives on Ergodic Literature to describe literature in which nontrivial...

Quantum ergodicity states, roughly, that in the high-energy limit, the probability distributions associated to energy eigenstates of a quantized ergodic Hamiltonian...

contradicting ergodicity. Hence A = B = L∞(R). When all the σt with t ≠ 0 are conservative, the flow is said to be properly ergodic. In this case it...

addresses issues such as theory of price formation, price dynamics, market ergodicity, collective phenomena, market self-action, and market instabilities. Physics...

In mathematics, an ergodic sequence is a certain type of integer sequence, having certain equidistribution properties. Let A = { a j } {\displaystyle...

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probability theory, a stationary ergodic process is a stochastic process which exhibits both stationarity and ergodicity. In essence this implies that the...

described by critical exponents, universality, fractal behaviour, and ergodicity breaking. Critical phenomena take place in second order phase transitions...

Ergodic Ramsey theory is a branch of mathematics where problems motivated by additive combinatorics are proven using ergodic theory. Ergodic Ramsey theory...

The maximal ergodic theorem is a theorem in ergodic theory, a discipline within mathematics. Suppose that ( X , B , μ ) {\displaystyle (X,{\mathcal {B}}...

several concepts in mathematics such as ordinary differential equations and ergodic theory by allowing different choices of the space and how time is measured...

implies ergodicity: that is, every system that is weakly mixing is also ergodic (and so one says that mixing is a "stronger" condition than ergodicity). The...

L.; Kryukov, V. I.; Toom, A. L. (1978). Stochastic Cellular Systems: Ergodicity, Memory, Morphogenesis. Manchester University Press. ISBN 9780719022067...

Cybertext as defined by Espen Aarseth in 1997 is a type of ergodic literature where the user traverses the text by doing nontrivial work. Cybertexts are...

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exist; then the values of the Lyapunov exponents do not change. Verbally, ergodicity means that time and space averages are equal, formally: lim t → ∞ 1 t...

D. there in 1977 in statistics. Her dissertation was Convergence and Ergodicity for Conditional Distributions, and was supervised by Herbert T. David...

put forward in 1870 by William Allen Whitworth. An explicit link to the ergodicity problem was made by Peters in 2011. These solutions are mathematically...

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points, the book must be rotated to be read, making it a prime example of ergodic literature. The book is most often described as a horror story, though...

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stationary ergodic process. Any time-invariant operations also preserves the asymptotic equipartition property, stationarity and ergodicity and we may...

thought was also based on an open-systems ontology which is compatible with ergodic axioms. Logic was employed to some extent in Babylonian astronomy and medicine...

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